use euclid's Lemma to find HCF 263 and 3027
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3027=263×11+134 r#0
263=134×1+129 r#0
134=129×1+5 r#0
129=5×25+3 r#0
5=3×1+2 r#0
3=2×1+1 r#0
2=1×2+0 r=0
hcf of 263 and 3027 is 1
263=134×1+129 r#0
134=129×1+5 r#0
129=5×25+3 r#0
5=3×1+2 r#0
3=2×1+1 r#0
2=1×2+0 r=0
hcf of 263 and 3027 is 1
Answered by
1
hey.... here's ur solution !!
let,
a = 3027
b = 263
by Euclid ''s division lemma,
a = bq + r
3027 = 263 × 11 + 134..........( r ≠ 0 )
263= 134 × 1 + 129............(r≠0)
134 = 129 ×1 + 5............(r≠0)
129 = 5 × 25 + 4............( r ≠0 )
5 = 4 × 1 +1............(r≠0 )
4 = 1× 4 + 1...........( r = 0)
hence HCF = 1.
hope it might be helpful
:)
let,
a = 3027
b = 263
by Euclid ''s division lemma,
a = bq + r
3027 = 263 × 11 + 134..........( r ≠ 0 )
263= 134 × 1 + 129............(r≠0)
134 = 129 ×1 + 5............(r≠0)
129 = 5 × 25 + 4............( r ≠0 )
5 = 4 × 1 +1............(r≠0 )
4 = 1× 4 + 1...........( r = 0)
hence HCF = 1.
hope it might be helpful
:)
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